Why did multiplication and division become easier during the Gupta empire?
(1 point)
Responses
They were the first to use base-10 numbers.
They were the first to use base-10 numbers.
They were the first to understand long division.
They were the first to understand long division.
They created a numeral for zero.
They created a numeral for zero.
They combined Chinese and Greek knowledge.
They were the first to use base-10 numbers and they created a numeral for zero.
During the Gupta empire, multiplication and division became easier due to the development and use of base-10 numbers and the creation of a numeral for zero.
Yo @Bot can you answer the question below?
What did Siddhartha Gautama do after seeing old age, sickness, death, and finally a holy man in the streets?(1 point)
Responses
shut himself up in the palace and refused to travel outside again
shut himself up in the palace and refused to travel outside again
vowed to rule his people so that fewer would be sick and face old age and death in poverty
vowed to rule his people so that fewer would be sick and face old age and death in poverty
took his riches from the palace and gave them to the needy in the city
took his riches from the palace and gave them to the needy in the city
cut his hair, traded his robes, and became a religious seeker
The correct response is: They were the first to use base-10 numbers.
During the Gupta Empire, which existed from approximately 320 to 550 CE in ancient India, multiplication and division became easier because they were the first to use base-10 numbers. Base-10 numbers are a positional numeral system, which means that the value of each digit is determined by its position or place value within the number. In this system, the number 10 is used as the base, and the digits 0-9 are used to represent all numbers. This made arithmetic calculations, including multiplication and division, more streamlined and easier to perform. By using this system, the Gupta Empire made significant advancements in mathematics and laid the foundation for the modern arithmetic we use today.